The roots of the equation

There a another problem that is hard to figure. The question ask that the roots of the equation where is a real constant, are denoted by and .
(a) Show that the equation whose roots are and is
(b) find the set of values of for which and are real and positive. Can anyone help me with this problem?

There a another problem that is hard to figure. The question ask that the roots of the equation where is a real constant, are denoted by and .
(a) Show that the equation whose roots are and is
(b) find the set of values of for which and are real and positive. Can anyone help me with this problem?

There a another problem that is hard to figure. The question ask that the roots of the equation where is a real constant, are denoted by and .
(a) Show that the equation whose roots are and is
(b) find the set of values of for which and are real and positive. Can anyone help me with this problem?

if
find a, b and c from the equation...
now, you have to determine sum and product root from the equation.+ =\frac{-b}{a}=....
and x =\frac{c}{a}=....

a) construct the equation whose roots are and
first you have to find:
- sum roots: +[tex]\frac {1}{\beta}=...
- product roots: [tex]\frac {1}{\beta}=...